Answer briefly IV — task. Science CBSE, Class 8.

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The radius of Jupiter is $11$ times the radius of the Earth. Calculate the ratio of the volumes of Jupiter and the Earth. How many Earths can Jupiter accommodate?

Radius of Jupiter, (

$j$ )

$=$

$R_{j}$

Radius of Earth, (

$e$ )

$=$

$R_{e}$

Since Jupiter's radius is

$11$ times the Earth's radius,

$R_{j} = i R_{e}$

The formula for the volume of the sphere is

$\frac{i}{i} π i^{i}$ .

On comparing the volume of two planets and substituting the radius of Jupiter value, we get the ratio of volume as

$(i^{i} : i^{i}) = i : i$

This clearly shows that Earths can get accommodated in Jupiter.

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17. Answer briefly IV

Exercise condition: